1. The problem statement, all variables and given/known data A quantity, d, depends on the angular frequency in the following manner: d=ω C √(l/g) sin(ω K √(l/g)) Determine the units of C and K 2. Relevant equations d=m ω= sec-1 l=m g=m/s2 I substituted this into the equation m=s^(-1) C √(m/(m/s^2 )) sin(s^(-1) K √(m/(m/s^2 )) ) 3. The attempt at a solution I believe that when you take the sin of the brackets all the units in that bracket would have to become unit less. Therefore K would be a unit less constant? And by cancellation C would have to be Meters for d to be meters? Am i right in treating the equation as two separate parts?